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what can I do to find the lim x->0 ((sqrt(x+4)-2)/x ?
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try rationalizing the numerator
how?
multiplying by top's conjugate do it to both top and bottom
\[\frac{\sqrt{(x+4)} -2}{x}\] I would use L'H'S derive top and bottom
( f(g)-f(h) ) ' = f(g)' - f(h) '
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never mind, I am not a good helper.
@myininaya I got this|dw:1396218670942:dw|
1/4.. thanks
|dw:1396219532288:dw|
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